-0 = A regulatory zero assumed to exist before –1. i.e.; (-1 -0 0 +1). Usually, -0 can only exist in negative numerals such as that in a High-Low inversion. And appears to be-come manifest only when 2 negative positions become established. i.e.; 2 positions possess the seed for a single possibility (while a solitary position cannot) Thus 2 negative positions are the seed for a single potential…

i.e.; position does not exist for the spin of a particle whose ν=c. The position that indicates the RPS about a fixed distance is an imaginary reference point (a dot) and possesses no actual substance or reality indicating actual position in such a closed time-like line where uniform reciprocation at c about D conserves energy avoiding loss in thereof.

∫ = Integral operator. The sum of all the little bits of…

(Ε ÷ (Ε−)) = A constant showing that whenever Ε is established by a manual, external force (a push absent of a pull or a pull (free fall) absent of a push)) Ε is indebt to Pe and in relativistics.

Where: (Εt ÷ (−Εt)) = -1. In effect the indebtedness of Ε by Pe/G in it’s establishment is a negative value undetectable in E as it would seem to cause Pe/G to be assumed as “disappearing”, when in actuality Ke and Pe/G are not isolatable from each other.

By way of various examples throughout this book and from examples involved in rapid reciprocation at c about specific distances it be comes apparent that energy in debt to G is in fact the source of Gravitation. Although the term itself is a misinterpretation to locate Gravity in relationship to mass in space-time there is none in space-time itself but only results in establishments of Ε when it is in debt to G. When Ε is not in-debt to G, position is eliminated and therefore the pull upon mass when force becomes or is applied in opposition to a pull or visa-verse.

In light of Ε in-debt to G whenever Ε becomes established, accumulated, uniform, increased, position(s) and therefore degrees of freedom (the absence of time travel) are interpreted as apparent as being illusionary with respect to Ε in-debt to G in normal relativistic establishments in real space (time).